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                            Joined GitHub 5 years ago
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                            Followed by 7 users
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                                <path fill-rule="evenodd" d="M1 2.5A2.5 2.5 0 013.5 0h8.75a.75.75 0 01.75.75v3.5a.75.75 0 01-1.5 0V1.5h-8a1 1 0 00-1 1v6.708A2.492 2.492 0 013.5 9h3.25a.75.75 0 010 1.5H3.5a1 1 0 100 2h5.75a.75.75 0 010 1.5H3.5A2.5 2.5 0 011 11.5v-9zm13.23 7.79a.75.75 0 001.06-1.06l-2.505-2.505a.75.75 0 00-1.06 0L9.22 9.229a.75.75 0 001.06 1.061l1.225-1.224v6.184a.75.75 0 001.5 0V9.066l1.224 1.224z"/>
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                            Contributed to 50 repositories
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            <section class="largeable largeable-inline-flex">
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                    <section>
                        <h2 class="field">
                            <svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 16 16" width="16" height="16">
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                            Activity
                        </h2>
                        <div class="field">
                            <svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 16 16" width="16" height="16">
                                <path fill-rule="evenodd" d="M10.5 7.75a2.5 2.5 0 11-5 0 2.5 2.5 0 015 0zm1.43.75a4.002 4.002 0 01-7.86 0H.75a.75.75 0 110-1.5h3.32a4.001 4.001 0 017.86 0h3.32a.75.75 0 110 1.5h-3.32z"/>
                            </svg>
                            711 Commits
                        </div>
                        <div class="field">
                            <svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 16 16" width="16" height="16">
                                <path fill-rule="evenodd" d="M2.5 1.75a.25.25 0 01.25-.25h8.5a.25.25 0 01.25.25v7.736a.75.75 0 101.5 0V1.75A1.75 1.75 0 0011.25 0h-8.5A1.75 1.75 0 001 1.75v11.5c0 .966.784 1.75 1.75 1.75h3.17a.75.75 0 000-1.5H2.75a.25.25 0 01-.25-.25V1.75zM4.75 4a.75.75 0 000 1.5h4.5a.75.75 0 000-1.5h-4.5zM4 7.75A.75.75 0 014.75 7h2a.75.75 0 010 1.5h-2A.75.75 0 014 7.75zm11.774 3.537a.75.75 0 00-1.048-1.074L10.7 14.145 9.281 12.72a.75.75 0 00-1.062 1.058l1.943 1.95a.75.75 0 001.055.008l4.557-4.45z"/>
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                            3 Pull requests reviewed
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                        <div class="field">
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                                <path fill-rule="evenodd" d="M7.177 3.073L9.573.677A.25.25 0 0110 .854v4.792a.25.25 0 01-.427.177L7.177 3.427a.25.25 0 010-.354zM3.75 2.5a.75.75 0 100 1.5.75.75 0 000-1.5zm-2.25.75a2.25 2.25 0 113 2.122v5.256a2.251 2.251 0 11-1.5 0V5.372A2.25 2.25 0 011.5 3.25zM11 2.5h-1V4h1a1 1 0 011 1v5.628a2.251 2.251 0 101.5 0V5A2.5 2.5 0 0011 2.5zm1 10.25a.75.75 0 111.5 0 .75.75 0 01-1.5 0zM3.75 12a.75.75 0 100 1.5.75.75 0 000-1.5z"/>
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                            70 Pull requests opened
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                                <path d="M8 9.5a1.5 1.5 0 100-3 1.5 1.5 0 000 3z"/>
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                            7 Issues opened
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                        <div class="field">
                            <svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 16 16" width="16" height="16">
                                <path fill-rule="evenodd" d="M2.75 2.5a.25.25 0 00-.25.25v7.5c0 .138.112.25.25.25h2a.75.75 0 01.75.75v2.19l2.72-2.72a.75.75 0 01.53-.22h4.5a.25.25 0 00.25-.25v-7.5a.25.25 0 00-.25-.25H2.75zM1 2.75C1 1.784 1.784 1 2.75 1h10.5c.966 0 1.75.784 1.75 1.75v7.5A1.75 1.75 0 0113.25 12H9.06l-2.573 2.573A1.457 1.457 0 014 13.543V12H2.75A1.75 1.75 0 011 10.25v-7.5z"/>
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                            67 issue comments
                        </div>
                    </section>
                    <section>
                        <h2 class="field">
                            <svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 16 16" width="16" height="16">
                                <path fill-rule="evenodd" d="M1.326 1.973a1.2 1.2 0 011.49-.832c.387.112.977.307 1.575.602.586.291 1.243.71 1.7 1.296.022.027.042.056.061.084A13.22 13.22 0 018 3c.67 0 1.289.037 1.861.108l.051-.07c.457-.586 1.114-1.004 1.7-1.295a9.654 9.654 0 011.576-.602 1.2 1.2 0 011.49.832c.14.493.356 1.347.479 2.29.079.604.123 1.28.07 1.936.541.977.773 2.11.773 3.301C16 13 14.5 15 8 15s-8-2-8-5.5c0-1.034.238-2.128.795-3.117-.08-.712-.034-1.46.052-2.12.122-.943.34-1.797.479-2.29zM8 13.065c6 0 6.5-2 6-4.27C13.363 5.905 11.25 5 8 5s-5.363.904-6 3.796c-.5 2.27 0 4.27 6 4.27z"/>
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                            </svg>
                            Community stats
                        </h2>
                        <div class="field">
                            <svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 16 16" width="16" height="16">
                                <path fill-rule="evenodd" d="M1.5 14.25c0 .138.112.25.25.25H4v-1.25a.75.75 0 01.75-.75h2.5a.75.75 0 01.75.75v1.25h2.25a.25.25 0 00.25-.25V1.75a.25.25 0 00-.25-.25h-8.5a.25.25 0 00-.25.25v12.5zM1.75 16A1.75 1.75 0 010 14.25V1.75C0 .784.784 0 1.75 0h8.5C11.216 0 12 .784 12 1.75v12.5c0 .085-.006.168-.018.25h2.268a.25.25 0 00.25-.25V8.285a.25.25 0 00-.111-.208l-1.055-.703a.75.75 0 11.832-1.248l1.055.703c.487.325.779.871.779 1.456v5.965A1.75 1.75 0 0114.25 16h-3.5a.75.75 0 01-.197-.026c-.099.017-.2.026-.303.026h-3a.75.75 0 01-.75-.75V14h-1v1.25a.75.75 0 01-.75.75h-3zM3 3.75A.75.75 0 013.75 3h.5a.75.75 0 010 1.5h-.5A.75.75 0 013 3.75zM3.75 6a.75.75 0 000 1.5h.5a.75.75 0 000-1.5h-.5zM3 9.75A.75.75 0 013.75 9h.5a.75.75 0 010 1.5h-.5A.75.75 0 013 9.75zM7.75 9a.75.75 0 000 1.5h.5a.75.75 0 000-1.5h-.5zM7 6.75A.75.75 0 017.75 6h.5a.75.75 0 010 1.5h-.5A.75.75 0 017 6.75zM7.75 3a.75.75 0 000 1.5h.5a.75.75 0 000-1.5h-.5z"/>
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                            Member of 7 organizations
                        </div>
                        <div class="field">
                            <svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 16 16" width="16" height="16">
                                <path fill-rule="evenodd" d="M5.5 3.5a2 2 0 100 4 2 2 0 000-4zM2 5.5a3.5 3.5 0 115.898 2.549 5.507 5.507 0 013.034 4.084.75.75 0 11-1.482.235 4.001 4.001 0 00-7.9 0 .75.75 0 01-1.482-.236A5.507 5.507 0 013.102 8.05 3.49 3.49 0 012 5.5zM11 4a.75.75 0 100 1.5 1.5 1.5 0 01.666 2.844.75.75 0 00-.416.672v.352a.75.75 0 00.574.73c1.2.289 2.162 1.2 2.522 2.372a.75.75 0 101.434-.44 5.01 5.01 0 00-2.56-3.012A3 3 0 0011 4z"/>
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                            Following 15 users
                        </div>
                        <div class="field">
                            <svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 16 16" width="16" height="16">
                                <path fill-rule="evenodd" d="M4.25 2.5c-1.336 0-2.75 1.164-2.75 3 0 2.15 1.58 4.144 3.365 5.682A20.565 20.565 0 008 13.393a20.561 20.561 0 003.135-2.211C12.92 9.644 14.5 7.65 14.5 5.5c0-1.836-1.414-3-2.75-3-1.373 0-2.609.986-3.029 2.456a.75.75 0 01-1.442 0C6.859 3.486 5.623 2.5 4.25 2.5zM8 14.25l-.345.666-.002-.001-.006-.003-.018-.01a7.643 7.643 0 01-.31-.17 22.075 22.075 0 01-3.434-2.414C2.045 10.731 0 8.35 0 5.5 0 2.836 2.086 1 4.25 1 5.797 1 7.153 1.802 8 3.02 8.847 1.802 10.203 1 11.75 1 13.914 1 16 2.836 16 5.5c0 2.85-2.045 5.231-3.885 6.818a22.08 22.08 0 01-3.744 2.584l-.018.01-.006.003h-.002L8 14.25zm0 0l.345.666a.752.752 0 01-.69 0L8 14.25z"/>
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                            Sponsoring 0 repositories
                        </div>
                        <div class="field">
                            <svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 16 16" width="16" height="16">
                                <path fill-rule="evenodd" d="M8 .25a.75.75 0 01.673.418l1.882 3.815 4.21.612a.75.75 0 01.416 1.279l-3.046 2.97.719 4.192a.75.75 0 01-1.088.791L8 12.347l-3.766 1.98a.75.75 0 01-1.088-.79l.72-4.194L.818 6.374a.75.75 0 01.416-1.28l4.21-.611L7.327.668A.75.75 0 018 .25zm0 2.445L6.615 5.5a.75.75 0 01-.564.41l-3.097.45 2.24 2.184a.75.75 0 01.216.664l-.528 3.084 2.769-1.456a.75.75 0 01.698 0l2.77 1.456-.53-3.084a.75.75 0 01.216-.664l2.24-2.183-3.096-.45a.75.75 0 01-.564-.41L8 2.694v.001z"/>
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                            Starred 18 repositories
                        </div>
                        <div class="field">
                            <svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 16 16" width="16" height="16">
                                <path fill-rule="evenodd" d="M1.679 7.932c.412-.621 1.242-1.75 2.366-2.717C5.175 4.242 6.527 3.5 8 3.5c1.473 0 2.824.742 3.955 1.715 1.124.967 1.954 2.096 2.366 2.717a.119.119 0 010 .136c-.412.621-1.242 1.75-2.366 2.717C10.825 11.758 9.473 12.5 8 12.5c-1.473 0-2.824-.742-3.955-1.715C2.92 9.818 2.09 8.69 1.679 8.068a.119.119 0 010-.136zM8 2c-1.981 0-3.67.992-4.933 2.078C1.797 5.169.88 6.423.43 7.1a1.619 1.619 0 000 1.798c.45.678 1.367 1.932 2.637 3.024C4.329 13.008 6.019 14 8 14c1.981 0 3.67-.992 4.933-2.078 1.27-1.091 2.187-2.345 2.637-3.023a1.619 1.619 0 000-1.798c-.45-.678-1.367-1.932-2.637-3.023C11.671 2.992 9.981 2 8 2zm0 8a2 2 0 100-4 2 2 0 000 4z"/>
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                            Watching 11 repositories
                        </div>
                    </section>
                </div>
            </section>
            <section class="largeable largeable-inline-flex">
                <div class="row">
                    <section>
                        <h2 class="field">
                            <svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 16 16" width="16" height="16">
                                <path fill-rule="evenodd" d="M2 2.5A2.5 2.5 0 014.5 0h8.75a.75.75 0 01.75.75v12.5a.75.75 0 01-.75.75h-2.5a.75.75 0 110-1.5h1.75v-2h-8a1 1 0 00-.714 1.7.75.75 0 01-1.072 1.05A2.495 2.495 0 012 11.5v-9zm10.5-1V9h-8c-.356 0-.694.074-1 .208V2.5a1 1 0 011-1h8zM5 12.25v3.25a.25.25 0 00.4.2l1.45-1.087a.25.25 0 01.3 0L8.6 15.7a.25.25 0 00.4-.2v-3.25a.25.25 0 00-.25-.25h-3.5a.25.25 0 00-.25.25z"/>
                            </svg>
                            41 Repositories
                        </h2>
                        <div class="row">
                            <section>
                                <div class="field">
                                    <svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 16 16" width="16" height="16">
                                        <path fill-rule="evenodd" d="M8.75.75a.75.75 0 00-1.5 0V2h-.984c-.305 0-.604.08-.869.23l-1.288.737A.25.25 0 013.984 3H1.75a.75.75 0 000 1.5h.428L.066 9.192a.75.75 0 00.154.838l.53-.53-.53.53v.001l.002.002.002.002.006.006.016.015.045.04a3.514 3.514 0 00.686.45A4.492 4.492 0 003 11c.88 0 1.556-.22 2.023-.454a3.515 3.515 0 00.686-.45l.045-.04.016-.015.006-.006.002-.002.001-.002L5.25 9.5l.53.53a.75.75 0 00.154-.838L3.822 4.5h.162c.305 0 .604-.08.869-.23l1.289-.737a.25.25 0 01.124-.033h.984V13h-2.5a.75.75 0 000 1.5h6.5a.75.75 0 000-1.5h-2.5V3.5h.984a.25.25 0 01.124.033l1.29.736c.264.152.563.231.868.231h.162l-2.112 4.692a.75.75 0 00.154.838l.53-.53-.53.53v.001l.002.002.002.002.006.006.016.015.045.04a3.517 3.517 0 00.686.45A4.492 4.492 0 0013 11c.88 0 1.556-.22 2.023-.454a3.512 3.512 0 00.686-.45l.045-.04.01-.01.006-.005.006-.006.002-.002.001-.002-.529-.531.53.53a.75.75 0 00.154-.838L13.823 4.5h.427a.75.75 0 000-1.5h-2.234a.25.25 0 01-.124-.033l-1.29-.736A1.75 1.75 0 009.735 2H8.75V.75zM1.695 9.227c.285.135.718.273 1.305.273s1.02-.138 1.305-.273L3 6.327l-1.305 2.9zm10 0c.285.135.718.273 1.305.273s1.02-.138 1.305-.273L13 6.327l-1.305 2.9z"/>
                                    </svg>
                                    Prefers GPL-3.0 license
                                </div>
                                <div class="field">
                                    <svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 16 16" width="16" height="16">
                                        <path fill-rule="evenodd" d="M2.5 7.775V2.75a.25.25 0 01.25-.25h5.025a.25.25 0 01.177.073l6.25 6.25a.25.25 0 010 .354l-5.025 5.025a.25.25 0 01-.354 0l-6.25-6.25a.25.25 0 01-.073-.177zm-1.5 0V2.75C1 1.784 1.784 1 2.75 1h5.025c.464 0 .91.184 1.238.513l6.25 6.25a1.75 1.75 0 010 2.474l-5.026 5.026a1.75 1.75 0 01-2.474 0l-6.25-6.25A1.75 1.75 0 011 7.775zM6 5a1 1 0 100 2 1 1 0 000-2z"/>
                                    </svg>
                                    1 Release
                                </div>
                                <div class="field">
                                    <svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 16 16" width="16" height="16">
                                        <path fill-rule="evenodd" d="M8.878.392a1.75 1.75 0 00-1.756 0l-5.25 3.045A1.75 1.75 0 001 4.951v6.098c0 .624.332 1.2.872 1.514l5.25 3.045a1.75 1.75 0 001.756 0l5.25-3.045c.54-.313.872-.89.872-1.514V4.951c0-.624-.332-1.2-.872-1.514L8.878.392zM7.875 1.69a.25.25 0 01.25 0l4.63 2.685L8 7.133 3.245 4.375l4.63-2.685zM2.5 5.677v5.372c0 .09.047.171.125.216l4.625 2.683V8.432L2.5 5.677zm6.25 8.271l4.625-2.683a.25.25 0 00.125-.216V5.677L8.75 8.432v5.516z"/>
                                    </svg>
                                    0 Packages
                                </div>
                                <div class="field">
                                    <svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 16 16" width="16" height="16">
                                        <path xmlns="http://www.w3.org/2000/svg" fill-rule="evenodd" d="M2.5 3.5c0-.133.058-.318.282-.55.227-.237.592-.484 1.1-.708C4.899 1.795 6.354 1.5 8 1.5c1.647 0 3.102.295 4.117.742.51.224.874.47 1.101.707.224.233.282.418.282.551 0 .133-.058.318-.282.55-.227.237-.592.484-1.1.708C11.101 5.205 9.646 5.5 8 5.5c-1.647 0-3.102-.295-4.117-.742-.51-.224-.874-.47-1.101-.707-.224-.233-.282-.418-.282-.551zM1 3.5c0-.626.292-1.165.7-1.59.406-.422.956-.767 1.579-1.041C4.525.32 6.195 0 8 0c1.805 0 3.475.32 4.722.869.622.274 1.172.62 1.578 1.04.408.426.7.965.7 1.591v9c0 .626-.292 1.165-.7 1.59-.406.422-.956.767-1.579 1.041C11.476 15.68 9.806 16 8 16c-1.805 0-3.475-.32-4.721-.869-.623-.274-1.173-.62-1.579-1.04-.408-.426-.7-.965-.7-1.591v-9zM2.5 8V5.724c.241.15.503.286.779.407C4.525 6.68 6.195 7 8 7c1.805 0 3.475-.32 4.722-.869.275-.121.537-.257.778-.407V8c0 .133-.058.318-.282.55-.227.237-.592.484-1.1.708C11.101 9.705 9.646 10 8 10c-1.647 0-3.102-.295-4.117-.742-.51-.224-.874-.47-1.101-.707C2.558 8.318 2.5 8.133 2.5 8zm0 2.225V12.5c0 .133.058.318.282.55.227.237.592.484 1.1.708 1.016.447 2.471.742 4.118.742 1.647 0 3.102-.295 4.117-.742.51-.224.874-.47 1.101-.707.224-.233.282-.418.282-.551v-2.275c-.241.15-.503.285-.778.406-1.247.549-2.917.869-4.722.869-1.805 0-3.475-.32-4.721-.869a6.236 6.236 0 01-.779-.406z"/>
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                                    2.72 GB used
                                </div>
                                <div class="field ">
                                    <svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 16 16" width="16" height="16">
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                                    </svg>
                                    0 added, 0 removed
                                </div>
                            </section>
                            <section>
                                <div class="field">
                                    <svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 16 16" width="16" height="16">
                                        <path fill-rule="evenodd" d="M4.25 2.5c-1.336 0-2.75 1.164-2.75 3 0 2.15 1.58 4.144 3.365 5.682A20.565 20.565 0 008 13.393a20.561 20.561 0 003.135-2.211C12.92 9.644 14.5 7.65 14.5 5.5c0-1.836-1.414-3-2.75-3-1.373 0-2.609.986-3.029 2.456a.75.75 0 01-1.442 0C6.859 3.486 5.623 2.5 4.25 2.5zM8 14.25l-.345.666-.002-.001-.006-.003-.018-.01a7.643 7.643 0 01-.31-.17 22.075 22.075 0 01-3.434-2.414C2.045 10.731 0 8.35 0 5.5 0 2.836 2.086 1 4.25 1 5.797 1 7.153 1.802 8 3.02 8.847 1.802 10.203 1 11.75 1 13.914 1 16 2.836 16 5.5c0 2.85-2.045 5.231-3.885 6.818a22.08 22.08 0 01-3.744 2.584l-.018.01-.006.003h-.002L8 14.25zm0 0l.345.666a.752.752 0 01-.69 0L8 14.25z"/>
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                                    0 Sponsors
                                </div>
                                <div class="field">
                                    <svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 16 16" width="16" height="16">
                                        <path fill-rule="evenodd" d="M8 .25a.75.75 0 01.673.418l1.882 3.815 4.21.612a.75.75 0 01.416 1.279l-3.046 2.97.719 4.192a.75.75 0 01-1.088.791L8 12.347l-3.766 1.98a.75.75 0 01-1.088-.79l.72-4.194L.818 6.374a.75.75 0 01.416-1.28l4.21-.611L7.327.668A.75.75 0 018 .25zm0 2.445L6.615 5.5a.75.75 0 01-.564.41l-3.097.45 2.24 2.184a.75.75 0 01.216.664l-.528 3.084 2.769-1.456a.75.75 0 01.698 0l2.77 1.456-.53-3.084a.75.75 0 01.216-.664l2.24-2.183-3.096-.45a.75.75 0 01-.564-.41L8 2.694v.001z"/>
                                    </svg>
                                    1 Stargazer
                                </div>
                                <div class="field">
                                    <svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 16 16" width="16" height="16">
                                        <path fill-rule="evenodd" d="M5 3.25a.75.75 0 11-1.5 0 .75.75 0 011.5 0zm0 2.122a2.25 2.25 0 10-1.5 0v.878A2.25 2.25 0 005.75 8.5h1.5v2.128a2.251 2.251 0 101.5 0V8.5h1.5a2.25 2.25 0 002.25-2.25v-.878a2.25 2.25 0 10-1.5 0v.878a.75.75 0 01-.75.75h-4.5A.75.75 0 015 6.25v-.878zm3.75 7.378a.75.75 0 11-1.5 0 .75.75 0 011.5 0zm3-8.75a.75.75 0 100-1.5.75.75 0 000 1.5z"/>
                                    </svg>
                                    1 Forker
                                </div>
                                <div class="field">
                                    <svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 16 16" width="16" height="16">
                                        <path fill-rule="evenodd" d="M1.679 7.932c.412-.621 1.242-1.75 2.366-2.717C5.175 4.242 6.527 3.5 8 3.5c1.473 0 2.824.742 3.955 1.715 1.124.967 1.954 2.096 2.366 2.717a.119.119 0 010 .136c-.412.621-1.242 1.75-2.366 2.717C10.825 11.758 9.473 12.5 8 12.5c-1.473 0-2.824-.742-3.955-1.715C2.92 9.818 2.09 8.69 1.679 8.068a.119.119 0 010-.136zM8 2c-1.981 0-3.67.992-4.933 2.078C1.797 5.169.88 6.423.43 7.1a1.619 1.619 0 000 1.798c.45.678 1.367 1.932 2.637 3.024C4.329 13.008 6.019 14 8 14c1.981 0 3.67-.992 4.933-2.078 1.27-1.091 2.187-2.345 2.637-3.023a1.619 1.619 0 000-1.798c-.45-.678-1.367-1.932-2.637-3.023C11.671 2.992 9.981 2 8 2zm0 8a2 2 0 100-4 2 2 0 000 4z"/>
                                    </svg>
                                    9 Watchers
                                </div>
                            </section>
                        </div>
                    </section>
                </div>
            </section>
            <section>
                <h2 class="field">
                    <svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 16 16" width="16" height="16">
                        <path fill-rule="evenodd" d="M1.5 2.75a.25.25 0 01.25-.25h12.5a.25.25 0 01.25.25v8.5a.25.25 0 01-.25.25h-6.5a.75.75 0 00-.53.22L4.5 14.44v-2.19a.75.75 0 00-.75-.75h-2a.25.25 0 01-.25-.25v-8.5zM1.75 1A1.75 1.75 0 000 2.75v8.5C0 12.216.784 13 1.75 13H3v1.543a1.457 1.457 0 002.487 1.03L8.061 13h6.189A1.75 1.75 0 0016 11.25v-8.5A1.75 1.75 0 0014.25 1H1.75zm5.03 3.47a.75.75 0 010 1.06L5.31 7l1.47 1.47a.75.75 0 01-1.06 1.06l-2-2a.75.75 0 010-1.06l2-2a.75.75 0 011.06 0zm2.44 0a.75.75 0 000 1.06L10.69 7 9.22 8.47a.75.75 0 001.06 1.06l2-2a.75.75 0 000-1.06l-2-2a.75.75 0 00-1.06 0z"/>
                    </svg>
                    10 Languages
                </h2>
            </section>
            <section class="column">
                <h3 class="field">Most used languages</h3>
                <small>estimation from 1.25mb of code in 956 edited files across 590 commits</small>
                <svg class="bar" xmlns="http://www.w3.org/2000/svg" width="460" height="8">
                    <mask id="languages-bar">
                        <rect x="0" y="0" width="460" height="8" fill="white" rx="5"/>
                    </mask>
                    <rect mask="url(#languages-bar)" x="0" y="0" width="0" height="8" fill="#d1d5da"/>
                    <rect mask="url(#languages-bar)" x="0" y="0" width="271.38349478919366" height="8" fill="#ededed"/>
                    <rect mask="url(#languages-bar)" x="271.38349478919366" y="0" width="78.73638557519568" height="8" fill="#e34c26"/>
                    <rect mask="url(#languages-bar)" x="350.1198803643893" y="0" width="67.06114437042004" height="8" fill="#f1e05a"/>
                    <rect mask="url(#languages-bar)" x="417.18102473480934" y="0" width="20.315144869717603" height="8" fill="#3572A5"/>
                    <rect mask="url(#languages-bar)" x="437.496169604527" y="0" width="18.117452407642187" height="8" fill="#ededed"/>
                    <rect mask="url(#languages-bar)" x="455.6136220121691" y="0" width="1.8194011366362028" height="8" fill="#563d7c"/>
                    <rect mask="url(#languages-bar)" x="457.4330231488054" y="0" width="1.36567671951715" height="8" fill="#ededed"/>
                    <rect mask="url(#languages-bar)" x="458.7986998683225" y="0" width="1.201300131677493" height="8" fill="#9ccc7c"/>
                </svg>
                <div class="field center horizontal-wrap fill-width">
                    <div class="field center no-wrap language">
                        <svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 16 16" width="16" height="16">
                            <path fill="#ededed" fill-rule="evenodd" d="M8 4a4 4 0 100 8 4 4 0 000-8z"/>
                        </svg>
                        Lua
                    </div>
                    <div class="field center no-wrap language">
                        <svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 16 16" width="16" height="16">
                            <path fill="#e34c26" fill-rule="evenodd" d="M8 4a4 4 0 100 8 4 4 0 000-8z"/>
                        </svg>
                        HTML
                    </div>
                    <div class="field center no-wrap language">
                        <svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 16 16" width="16" height="16">
                            <path fill="#f1e05a" fill-rule="evenodd" d="M8 4a4 4 0 100 8 4 4 0 000-8z"/>
                        </svg>
                        JavaScript
                    </div>
                    <div class="field center no-wrap language">
                        <svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 16 16" width="16" height="16">
                            <path fill="#3572A5" fill-rule="evenodd" d="M8 4a4 4 0 100 8 4 4 0 000-8z"/>
                        </svg>
                        Python
                    </div>
                    <div class="field center no-wrap language">
                        <svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 16 16" width="16" height="16">
                            <path fill="#ededed" fill-rule="evenodd" d="M8 4a4 4 0 100 8 4 4 0 000-8z"/>
                        </svg>
                        TypeScript
                    </div>
                    <div class="field center no-wrap language">
                        <svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 16 16" width="16" height="16">
                            <path fill="#563d7c" fill-rule="evenodd" d="M8 4a4 4 0 100 8 4 4 0 000-8z"/>
                        </svg>
                        CSS
                    </div>
                    <div class="field center no-wrap language">
                        <svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 16 16" width="16" height="16">
                            <path fill="#ededed" fill-rule="evenodd" d="M8 4a4 4 0 100 8 4 4 0 000-8z"/>
                        </svg>
                        Jupyter Notebook
                    </div>
                    <div class="field center no-wrap language">
                        <svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 16 16" width="16" height="16">
                            <path fill="#9ccc7c" fill-rule="evenodd" d="M8 4a4 4 0 100 8 4 4 0 000-8z"/>
                        </svg>
                        LilyPond
                    </div>
                </div>
            </section>
            <section>
                <h2 class="field">
                    <svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 16 16" width="16" height="16">
                        <path fill-rule="evenodd" d="M1 2.5A2.5 2.5 0 013.5 0h8.75a.75.75 0 01.75.75v3.5a.75.75 0 01-1.5 0V1.5h-8a1 1 0 00-1 1v6.708A2.492 2.492 0 013.5 9h3.25a.75.75 0 010 1.5H3.5a1 1 0 100 2h5.75a.75.75 0 010 1.5H3.5A2.5 2.5 0 011 11.5v-9zm13.23 7.79a.75.75 0 001.06-1.06l-2.505-2.505a.75.75 0 00-1.06 0L9.22 9.229a.75.75 0 001.06 1.061l1.225-1.224v6.184a.75.75 0 001.5 0V9.066l1.224 1.224z"/>
                    </svg>
                    Notable contributions
                </h2>
                <div class="row organization contributions">
                    <div class="organization contribution  ">
                        <img class="organization avatar" src="data:image/png;base64,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" width="16" height="16" />
                        <span class="name">@LibreScore/dl-librescore</span>
                        <svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 30 30" width="16" height="16" class="gauge">
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                            <text x="15" y="15" dominant-baseline="central">5</text>
                        </svg>
                        <svg class="icon" xmlns="http://www.w3.org/2000/svg" viewBox="0 0 16 16" width="16" height="16">
                            <path fill-rule="evenodd" d="M10.5 7.75a2.5 2.5 0 11-5 0 2.5 2.5 0 015 0zm1.43.75a4.002 4.002 0 01-7.86 0H.75a.75.75 0 110-1.5h3.32a4.001 4.001 0 017.86 0h3.32a.75.75 0 110 1.5h-3.32z"/>
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                        <svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 30 30" width="16" height="16" class="gauge">
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                            <text x="15" y="15" dominant-baseline="central">3</text>
                        </svg>
                        <svg class="icon" xmlns="http://www.w3.org/2000/svg" viewBox="0 0 16 16" width="16" height="16">
                            <path fill-rule="evenodd" d="M8 .25a.75.75 0 01.673.418l1.882 3.815 4.21.612a.75.75 0 01.416 1.279l-3.046 2.97.719 4.192a.75.75 0 01-1.088.791L8 12.347l-3.766 1.98a.75.75 0 01-1.088-.79l.72-4.194L.818 6.374a.75.75 0 01.416-1.28l4.21-.611L7.327.668A.75.75 0 018 .25zm0 2.445L6.615 5.5a.75.75 0 01-.564.41l-3.097.45 2.24 2.184a.75.75 0 01.216.664l-.528 3.084 2.769-1.456a.75.75 0 01.698 0l2.77 1.456-.53-3.084a.75.75 0 01.216-.664l2.24-2.183-3.096-.45a.75.75 0 01-.564-.41L8 2.694v.001z"/>
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                    </div>
                    <div class="organization contribution  ">
                        <img class="organization avatar" 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pDQnJbiQx7sMr3OcTYkNOcXX//GsNyZrj/9/Eu1FB9SX1AJpuBB/TUwOrEx1Y0Fe29p/YOl7vup7Ov/28jyhwszfH/DX3pS3/6BD9z9PCPL/9tFaLcP/P2nXmR//1+511jsrTEe1FeJiYmKKm8s3Hft/Se6OTby+UjdmWVp4z6cMSKy5Obmc+5+kqaC/a68+KKFzfv7//qf/3xzxyuxsTXq6ytBFjyovwZmpWjp1DrHs+ri+6kcdn7qrH0wPXmlT4YNCc3pqZh36wOcnri8bMmYKy8eEVnWWnLk3/+X7O59p3jpOvX1laAMHtRfAyMSFV3RXXGHyl75nmVT20t5aZM+mb0ie5NbPxfOjV5Ksvh8DhGfQsCDVOoXCMTGVPdV3WXFLqc2ZFvnqwXpa7z/O8lKHTwy/E/X3/f2gb9Hx7h0USERP4CAB/XXwG+zIG65W3eD+W1u7b1QvPRmL2kkLlxxaOii62+6ofUF9RUk4hoEPEhXrkPgxrBcR9HB4yNfqSvMh9nY9tJC7y61SVy44rDzE9ff0VF0EBOJCX9ieFB/DfwtS1P6d/e+ra4tKzI3eqmp8PaQsFyP4STFt7j+7JFT49+xY4KYEDyovwb+k+joiomGR9VtZXVmut5ITezwmFJaUvfxUZduE56fvHJg8EM7bw0k4hEEPEh1/i+BpSkDs4MfqUvKtri1geCPkpHc7/ojQ5uLZ9GT+PcfGh7UXwN/SHPxrAd3kpmeHd1vxC9o8IxYde52F99lX9/76utL5Gch4MFgr0hEZMn6lt+pK0krx0e/Ks2c9gzdeP0jrrzFHRPf3+jFL5JErIeABw3uWUZyX13ert7KO9c3n9vc/opnmR36WF1G6hmr/x8XN866NqHh+a6cUDo1/i9X9l8gogcBDxrZvyWL/r9nyxHvCezv/6sHjyddtLD5F38o3NT2knphiODBACuB679MEbcIHB3+LCO5393lKM2a/vmXTU/qU+8METwYSCUozliL3awjcGLsaw/uw+sqP/VTL9hUeLt6Z4j8EgS+F5vUkvDI4qMebRxPXCdweuJyde52d5emKmfbwcF/XPs6t/a8VZyxVr0zRFyAgAdNKkpn2UmM5s9XF+YsHnEUHazJnUlOaFVvCxGXIeBBk+pyYPBDPGgbgY6yE+orTsQWCHjQmKqFhhcgQZsJVOVsVV93ItZDwIPG9Cw2ugoP2k8gL21CfemJWAwBDxpTstiYajxoP4G50Uspie3qq0/ESgh40JiG4UGt/wYODV2Mi61VLwARPEgJ8KDi4fCungthEW7feEfEEAgcDxoTPKj7s8CapqfUO0AEDwZ5CfCgrgfnJ6805O9RrwERCyBwPGhMsfCgugdPjX+XkczNwtnqfwt4UB8ZHgzmHBq6GBNTpV4GIj6FwPGgMZUy/XhwputPEw2Pd5Wfqs3buSxtPC2pJzHecfUhv+GRxQvi6pIT2zJTB0qzph1FBwdr71/f/NxhpxuPDLYtG9teVC8DETwYnCUw0YP7+t7vr7qnMGMqIrLEs6lTEzuaCvbf3HxOfZZrU5G9Sb0PRHwHgeNBY/pkkAdPjf9rddNTuUvGfDl+dFVL8eH9A39Tn25+8srs0MdhEYXqlSDiIwh40JgyGeHBWefF9rLjsTHV1nEozFgz3fq8+qS9lb9SrwTxFQE8aEyZ/NyDM12ve/zAIw+yKN4xVPuA7sge7ONPxC8h4EFj4rcePDn2zYrCAyEaj2RbFN98a89bWoPf0vYH9VYQ8QUEPGhMk/zTg9u7XkuMd+iS6fzpbfGtDjtOS0AEDxoTf/Pg6YnLneWn/OTJvEsWde8f+MB+CLt6/6w+OxGvIeBBY2rkVx6cHfo4M2VQncm1CY8oWt30pP0o8tNXqc9OxDsIeNCYDvmPBze1vxwVVa4O5Lqpy9tlM42tHefVpybiHQQ8aEyH/MSDqxqfuDFsmTqNn0l+2uTc6CU7mWSnOtWnJuIFBDxoTIH8wYNd5afUObiSJYu67Lwnb0PrC+ojE/ECAh40pkDqHhyovlcdgutJS+qx86gwLalbfWQinkLAg8a0R9eD65ufCwnNUYfgVgrSV5+euGwPn+HlD6vPS8RTCHjQmPYoenCm6w1Db6dtLNxnD6Ljo1+qD0vEUwh40Jj2aHnwyPBncbE16uN7nDVNT9kDqjRzg/qwRDyCgAeNqY6KB09PXM5KHVKf3ZuERRTetvIdG1itbz6nPiwRjyDgQWOqo+LB1pIj6oN7n8R4hz3nTGKiK9WHJeI+BDxoTG/s9+Cu3j+HhPrFbXPep6lgvw3Emgr3q09KxH0IeNCY3tjvwbSkHvWpfZgd3W9aTWxb56vqYxJxHwIeNKY3Nnuwr+pu9ZF9m7SknjsmvrcU2umJy+E87j3UvOBBY2KnB4+PfhUZVao+ss8z2fC41egK0qfUxyTiJgQ8aExp7PRgV/lp9XmtSEpCm9WHhIF3HC1BEDxoTGzz4ImxrwPyYPBqplY8Yym9nT1vqc9IxE0IeNCY0tjmwf7qQD6iyUjusxrg1YcyEzEHAh40JrZ5cHFip/qwlmZv3/uWAuTGEjEteNCY2OPB21b+RX1Sq9NactRShjzSU0wLHjQm9njQUTSrPqnVWRC33FKGa1ecVZ+RiDsQ8KAxjbHHgwkLGtUntSEzXW9Yx3D3ynfUByTiDgQ8aExjbPDg7NDH6mPak77Ku6zDeHriu4C5H1GCI3jQmNjgwbG6X6uPaU8KM6YsJZm4oEl9RiIuQ8CDxtTFBg9W5W5TH9OehEcWW7pVNQ/zFKOCB42JDR5ctLBZfUzbsrvXwk0JGwv3qQ9IxGUIeNCYutjgQfUZ7cxaK28s6av+L/UBibgMAQ8aUxerPRhsZzl7KuatgzleHyy/tEpABA8aE6s9ONX0tPqMdqY6d7t1MNc5uIQw26DgQWNitQeD7atcdqrTOpib2/+oPiARlyHgQWPqYrUHeyrm1We0M8kJbdbB3NX7tvqARFyGgAeNqYvVHuwsP6k+o52JiamyDubBwY/UByTiMgQ8aExdrPZgW8kx9RntTEhojnUwT4x9rT4gEZch4EFj6mK1BwPjEZ1u5fjIV9bxVJ+OiMsQ8KAxdbHag13ld6jPaHOsu6Xk9MRl9emIuAwBDxpTF6s9OFBzn/qMdiYissQ6mEeG/6k+IBGXIeBBY+pitQeDZ5OFq1kQV2cdzP39H6gPSMRlCHjQmLpYfh214xn1Ge3M4sRO62Du6rmgPiARlyHgQWPqYrUHg+2St9LMaetgbu04rz4gEZch4EFj6mK1B0+OfaM+o51pKz1mHczplufVByTiMgQ8aExdbNhvJkg25b+aiYbHrSO5uvFJ9QGJuAwBDxpTFxs8WJC+Rn1M27Kr54J1JHlknRgVPGhMbPBg8NxiHBlVainJmtwZ9RmJuAwBDxpTFxs8uK3jVfUx7Unx0pstJZmVMqg+IxGXIeBBY+pigwdPjX8XGp6vPqkNGai5z1KSMTFV6jMScRkCHjSmLvY8vzg/bVJ9Uhuyp+9d6xgeH/lKfUAi7kDAg8Y0xh4PBsNdJYsXdVnKcFvna+ozEnEHAh40pjH2ePD4yJeh4QXqw1qavqq7LWU43vCo+ozELQJ40JjG2OPB+ckrZVm3qA9rXUJCcw47P7EUYGPBXvUxibgDAQ8a0xjbPHhL6x/Uh7UuJZnrrQaYktCqPiYRdyDgQWMaY5sH5yevpCX1qM9rUXb3vm0pukPOT9RnJOImBDxoTGns9GCgPnayMGPKanQTDY+pj0nETQh40JjS2OnB+ckrixM71Uf2eXZ0v2k1N+4kEQODB42JzR7c2vG/1Ef2bWqWzdjAbWFcnfqkRNyEgAeNKY3NHgywQ5vo6Iqjw59ZTWxv33vqkxJxHwIeNKY39nvw6Mjn0dEV6oP7JOMNj9pArKv8lPqkRNyHgAeN6Y39HpyfvLKh9ffqg3uf4qXr7MEVv6BBfVgi7kPAg8b0RsWD85NXWooPqc/uTZLim+dGL9kAKnh265GACx40JloePD1xOXvxsPr4niUsonBf//v2gKrL26U+LxGPIOBBY6qj5cEffigc/szEb3whoTnrm5+zB9Gp8X9FRpWqj0zEIwh40JjqKHrw6pnQyKgydQhuZXj5Q7bxWd30lPq8RDyFgAeNaY+uB+cnr2xpN+lZlI6ig3bCyV0ypj4yEU8h4EFj2qPuwfnJK5vbXw6PLFZH8YtpKT58x8T3tmHZ0f2m+shEvICAB40pkD94cH7yyu7etxfELlen8VMJCc0dr3/EZiaFGVPqgxPxAgIeNKZAfuLB+ckrs86LaUnd6kD+M5GRpRtafm/3fww9f1YfnIh3EPCgMR3yHw/OT145OfZNWdYGdSbXZlF8s22XyFybUj/jQMR9CHjQmN74lQevprfyzpCwXHUyEpqdlzZhz8XSP8revvdCQnPUxyfiHQQ8aEyH/NCDV08RpCevVMQSE105UndGa/yK7M3qxSDiNQQ8aEyN/NODV284cdY+ZP/VhSFhuQ0Fe46NfK41+EzX6+qtIOILCHjQmCb5rQev5tjIFwPV9yQsbLIBRWRk6YrCA/v7/6o47x0T36cktqu3gogvIOBBY5rk5x78d6Zbny9eus4iCCkJrYO1958c+0Z9zMHa+9UrQcRHEPCgMWUyxYNXc/vA39tKjsbGVPtk9pvC86tytm3rfFV9rqs5OvI5dxNLAAUPGhOzPHg1p8cvz3T9qbdiflnaeFhEoVvzhoTlpiX1NBfPTrc+r3IuOEh26haCBw0qgYke/FEODH64uf2P4/WPdJafWlF4oHbZTGnmdO6S0cKMqcqcrY0Fe9tLjw3XPryh5fd7+t5V/7Q/la0dJt1nTcQFCBwPGlOUAPBgAOSQ85OY6Er1MhDxKQQ8aEyl8KC6BE9PfJeR3KfeBCK+hoAHjWkVHlT3YFPh7eo1IGIBBDxoTLHwoK4Ep1Y8rd4BItZAwIPGdAsPKkpwT99fwiOL1DtABA8GeQnwoJYEDw1djIutUS8AEcsgcDxoTL3woIoE50YvpSS0qa8+ESsh4EFjGoYH7Zfg6YnvchaPqC89EYsh4EFjSoYH7fcg22pJcAQPGhM8aLMEu8pPqS86EVsg4EFjqoYHkaB6CSVAgweNCR606zfBy9W529WXm4iNEPCgMYXDgzZI8MTYN/lpk+prTcReCHjQmM7hQasleGT4s7SkHvWFJmI7BDxoTO3woKUS3NP3bmK8Q32ViWhAwIPGNA8PWidBZ+2DoeEF6ktMRAkCHjSmfHjQCgMeG/miaOla9cUlogoBDxpTQTzocwlu63x1Qdxy9ZUlog0BDxoTPOhbCXaUzqmvKRH/gIAHjQke9OFhYOLCFeoLSsRvIOBBY4IHffJrYH3e7pDQHPXVJOJPEPCgMbHfg/72tEwvs9ZxNpZtBLVrLH4ZPGhM7PdgVHRFd8UdJ8a+VleYl5npeqMgfY36ChLxVwh40JjY78Gr7xsTXdlffbehx4ab2l7KXTKqvnZE/BsCHjQmNnvw5Ni31757RGRJU8H+fX3vq6vNxaxvPpee1Ku+akRMgIAHjYnW8eCPUrR0ap3jWXXN/VRmhz7urbwzOZGd9PUbK+YEDxoT3ePBHyUqqrwub9eWjvPq4ruaQ0MXB6rvzUwdUF8mIgZCwIPGxE+OB3+U+LiG1pIju3v+rKK/3b3vDFTfm7tkTH11iJgMAQ8aE//04L+TnNDaUTa3qe0lq8+o7F35nrP2ofKsjTHRleqLQiQgIOBBY+LnHrw2aUk9jQV7B2ruW+s4O9P1xqzzojcfY1/f+1OOZzrKThQvXRcXW6u+EEQCDgIeNCYGefC6SVjQmJU6WJ610VF0sLdifqj2gYmGR9c5zm5qe2lDy+/XOs6uanxitO7MYO39K6vu6iw7WbtsJj2pj+2w1IsnQRA8aEz86jwJgYAEUA3woDHBg+pLQCRAIeBBY4IH1ZeASIBCwIPGBA+qLwGRAIWAB40JHlRfAiIBCgEPGhM8qL4ERAIUAh40JnhQfQmIBCgEPGhM8KD6EhAJUGN0y30AAAWASURBVAh40JjgQfUlIBKgEPCgMcGD6ktAJEAh4EFjggfVl4BIgELAg8YED6ovAZEAhYAHjQkeVF8CIgEKAQ8aEzyovgREAhQCHjQmeFB9CYgEKAQ8aEzwoPoSEAlQCHjQmOBB9SUgEqAQ8KAxwYPqS0AkQCHgQWOCB9WXgEiAQsCDxgQPqi8BkQCFgAeNCR5UXwIiAQoBDxoTPKi+BEQCFAIeNCZ4UH0JiAQoBDxoTPCg+hIQCVAIeNCY4EH1JSASoBDwoDHBg+pLQCRAIeBBY4IH1ZeASIBCwIPGBA+qLwGRAIWAB40JHlRfAiIBCgEPGhM8qL4ERAIUAh40JnhQfQmIBCgEPGhM8KD6EhAJUAh40JjgQfUlIBKgEPCgMcGD6ktAJEAh4EFjggfVl4BIgELAg8YED6ovAZEAhYAHjQkeVF8CIgEKAQ8aEzyovgREAhQCHjQmeFB9CYgEKAQ8aEzCIgrnJ6/YlsPOT9VHJhAQW2qAB02q2hHnp7Z5cKbrDfV5CQTElhrgQZOqNtHwmG0eHKi+V31eAgGxpQZ40KSqZac6bfNg9uJh9XkJBMSWGuBBw6o20/W6DRLc0vFH9UkJBMSuGuBBw9qWFN98dPgzSyV4dPiz+AUN6pMSCIhdNcCD5rUtLan7wOCHFklwbvRSZsqg+owEAmJjDfCgkYWLjCobr3/E5xLc0/duRnKf+nQEAmJvDfCgwZ3LSh0crLl/R/ebc6OXvNTfZMNjxUvXqU9EICAaNcCDNA8CEMgOcv/iQf01IBCAgOBBSgABCEBAOB6kBBCAAASE78WUAAIQgIDw+yAlgAAEICCcJ6EEEIAABITzxZQAAhCAgHDdDCWAAAQgIFw/SAkgAAEICNdRUwIIQAACwv0klAACEICAcF8dJYAABCAg3F9MCSAAAQgI+yxQAghAAALCfjOUAAIQgICw7xYlgAAEICDsP0gJIAABCAj7sFICCEAAAsJ+1JQAAhCAgLAvPyWAAAQgIDyfhBJAAAIQEJ7TRAkgAAEICM+rowQQgAAEhOd2UgIIQAACwvOLKQEEIAAB4TnulAACEICAuK/CG6AGAQhAQII7eFB/DQgEICB4kBJAAAIQEI4HKQEEIAAB4XsxJYAABCAg/D5ICSAAAQgI50koAQQgAAHhfDElgAAEICBcN0MJIAABCAjXD1ICCEAAAsJ11JQAAhCAgHA/CSWAAAQgINxXRwkgAAEICPcXUwIIQAACwj4LlAACEICAsN8MJYAABCAg7LtFCSAAAQgI+w9SAghAAALCPqyUAAIQgICwHzUlgAAEICDsy08JIAABCAjPJ6EEEIAABITnNFECCEAAAsLz6igBBCAAAeG5nZQAAhCAgPD8YkoAAQhAQHiOOyWAAAQgIO6r8AaoQQACEJDgDh7UXwMCAQgIHqQEEIAABITjQUoAAQhAQPheTAkgAAEICL8PUgIIQAACwnkSSgABCEBAOF9MCSAAAQgI181QAghAAALC9YOUAAIQgIBwHTUlgAAEICDcT0IJIAABCAj31VECCEAAAsL9xZQAAhCAgLDPAiWAAAQgIOw3QwkgAAEICPtuUQIIQAACwv6DlAACEICAsA8rJYAABCDgQwLsR02fIACB7CC3Kh7UXwMCAQgIHqQEEIAABITjQUoAAQhAQPheTAkgAAEICL8PUgIIQAACwnkSSgABCEBAOF9MCSAAAQgI181QAghAAALC9YOUAAIQgIBwHTUlgAAEICDcT0IJIAABCAj31VECCEAAAsL9xZQAAhCAgLDPAiWAAAQgIOw3QwkgAAEICPtuUQIIQAACwv6DlAACEICAsA8rJYAABCAg7EdNCSAAAQgI+/JTAghAAALC80koAQQgAAHxWoX/Bz/x6JRbTEplAAAAAElFTkSuQmCC" width="16" height="16" />
                        <span class="name">@PretendoNetwork/website</span>
                    </div>
                    <div class="organization contribution  ">
                        <img class="organization avatar" 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" width="16" height="16" />
                        <span class="name">@Sudomemo/sudomemo-locales</span>
                    </div>
                    <div class="organization contribution  ">
                        <img class="organization avatar" 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" 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                        <span class="name">@ADOFAI-gg/ADOFAI-gg-Bot</span>
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                    <div class="organization contribution  ">
                        <img class="organization avatar" 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ndF47Ionv/vPfI3W+XfrJLPuFs+82rXwbYwMf0fsEYF6JnfZt4AAAAASUVORK5CYII=" 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                        <span class="name">@T21C/t21c-be</span>
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                    <div class="organization contribution  ">
                        <img class="organization avatar" 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ndF47Ionv/vPfI3W+XfrJLPuFs+82rXwbYwMf0fsEYF6JnfZt4AAAAASUVORK5CYII=" 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                        <span class="name">@T21C/T21C-assets</span>
                    </div>
                    <div class="organization contribution  ">
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                        <span class="name">@T21C/website</span>
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                    <div class="organization contribution  ">
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                        <span class="name">@T21C/t21c-bot</span>
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                    <div class="organization contribution  ">
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                        <span class="name">@ADOFAI-gg/Adofai-gg-assets</span>
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                    <h2 class="field">
                        <svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 16 16" width="16" height="16">
                            <path fill-rule="evenodd" d="M14.064 0a8.75 8.75 0 00-6.187 2.563l-.459.458c-.314.314-.616.641-.904.979H3.31a1.75 1.75 0 00-1.49.833L.11 7.607a.75.75 0 00.418 1.11l3.102.954c.037.051.079.1.124.145l2.429 2.428c.046.046.094.088.145.125l.954 3.102a.75.75 0 001.11.418l2.774-1.707a1.75 1.75 0 00.833-1.49V9.485c.338-.288.665-.59.979-.904l.458-.459A8.75 8.75 0 0016 1.936V1.75A1.75 1.75 0 0014.25 0h-.186zM10.5 10.625c-.088.06-.177.118-.266.175l-2.35 1.521.548 1.783 1.949-1.2a.25.25 0 00.119-.213v-2.066zM3.678 8.116L5.2 5.766c.058-.09.117-.178.176-.266H3.309a.25.25 0 00-.213.119l-1.2 1.95 1.782.547zm5.26-4.493A7.25 7.25 0 0114.063 1.5h.186a.25.25 0 01.25.25v.186a7.25 7.25 0 01-2.123 5.127l-.459.458a15.21 15.21 0 01-2.499 2.02l-2.317 1.5-2.143-2.143 1.5-2.317a15.25 15.25 0 012.02-2.5l.458-.458h.002zM12 5a1 1 0 11-2 0 1 1 0 012 0zm-8.44 9.56a1.5 1.5 0 10-2.12-2.12c-.734.73-1.047 2.332-1.15 3.003a.23.23 0 00.265.265c.671-.103 2.273-.416 3.005-1.148z"/>
                        </svg>
                        PageSpeed Insights
                    </h2>
                    <div class="field">
                        <svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 16 16" width="16" height="16">
                            <path fill-rule="evenodd" d="M7.775 3.275a.75.75 0 001.06 1.06l1.25-1.25a2 2 0 112.83 2.83l-2.5 2.5a2 2 0 01-2.83 0 .75.75 0 00-1.06 1.06 3.5 3.5 0 004.95 0l2.5-2.5a3.5 3.5 0 00-4.95-4.95l-1.25 1.25zm-4.69 9.64a2 2 0 010-2.83l2.5-2.5a2 2 0 012.83 0 .75.75 0 001.06-1.06 3.5 3.5 0 00-4.95 0l-2.5 2.5a3.5 3.5 0 004.95 4.95l1.25-1.25a.75.75 0 00-1.06-1.06l-1.25 1.25a2 2 0 01-2.83 0z"/>
                        </svg>
                        https://adofai.gg
                    </div>
                </section>
            </div>
            <section>
                <div class="row fill-width">
                    <section class="categories">
                        <div class="category column">
                            <svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 120 120" width="50" height="50" class="gauge high">
                                <circle class="gauge-base" r="53" cx="60" cy="60"/>
                                <circle class="gauge-arc" transform="rotate(-90 60 60)" r="53" cx="60" cy="60" stroke-dasharray="296.1 329"/>
                                <text x="60" y="60" dominant-baseline="central">90</text>
                            </svg>
                            <span class="title">Performance</span>
                        </div>
                        <div class="category column">
                            <svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 120 120" width="50" height="50" class="gauge high">
                                <circle class="gauge-base" r="53" cx="60" cy="60"/>
                                <circle class="gauge-arc" transform="rotate(-90 60 60)" r="53" cx="60" cy="60" stroke-dasharray="329 329"/>
                                <text x="60" y="60" dominant-baseline="central">100</text>
                            </svg>
                            <span class="title">Accessibility</span>
                        </div>
                        <div class="category column">
                            <svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 120 120" width="50" height="50" class="gauge high">
                                <circle class="gauge-base" r="53" cx="60" cy="60"/>
                                <circle class="gauge-arc" transform="rotate(-90 60 60)" r="53" cx="60" cy="60" stroke-dasharray="302.68 329"/>
                                <text x="60" y="60" dominant-baseline="central">92</text>
                            </svg>
                            <span class="title">Best Practices</span>
                        </div>
                        <div class="category column">
                            <svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 120 120" width="50" height="50" class="gauge average">
                                <circle class="gauge-base" r="53" cx="60" cy="60"/>
                                <circle class="gauge-arc" transform="rotate(-90 60 60)" r="53" cx="60" cy="60" stroke-dasharray="263.2 329"/>
                                <text x="60" y="60" dominant-baseline="central">80</text>
                            </svg>
                            <span class="title">SEO</span>
                        </div>
                    </section>
                </div>
            </section>
            <div class="audits row">
                <section>
                    <div class="field">
                        <svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 16 16" width="16" height="16">
                            <path fill-rule="evenodd" d="M5.75.75A.75.75 0 016.5 0h3a.75.75 0 010 1.5h-.75v1l-.001.041a6.718 6.718 0 013.464 1.435l.007-.006.75-.75a.75.75 0 111.06 1.06l-.75.75-.006.007a6.75 6.75 0 11-10.548 0L2.72 5.03l-.75-.75a.75.75 0 011.06-1.06l.75.75.007.006A6.718 6.718 0 017.25 2.541a.756.756 0 010-.041v-1H6.5a.75.75 0 01-.75-.75zM8 14.5A5.25 5.25 0 108 4a5.25 5.25 0 000 10.5zm.389-6.7l1.33-1.33a.75.75 0 111.061 1.06L9.45 8.861A1.502 1.502 0 018 10.75a1.5 1.5 0 11.389-2.95z"/>
                        </svg>
                        Time to interactive
                    </div>
                    <div class="field">
                        <svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 16 16" width="16" height="16">
                            <path fill-rule="evenodd" d="M8 1.5a6.5 6.5 0 106.016 4.035.75.75 0 011.388-.57 8 8 0 11-4.37-4.37.75.75 0 01-.569 1.389A6.479 6.479 0 008 1.5zm6.28.22a.75.75 0 010 1.06l-4.063 4.064a2.5 2.5 0 11-1.06-1.06L13.22 1.72a.75.75 0 011.06 0zM7 8a1 1 0 112 0 1 1 0 01-2 0z"/>
                        </svg>
                        Speed Index
                    </div>
                    <div class="field">
                        <svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 16 16" width="16" height="16">
                            <path fill-rule="evenodd" d="M1.643 3.143L.427 1.927A.25.25 0 000 2.104V5.75c0 .138.112.25.25.25h3.646a.25.25 0 00.177-.427L2.715 4.215a6.5 6.5 0 11-1.18 4.458.75.75 0 10-1.493.154 8.001 8.001 0 101.6-5.684zM7.75 4a.75.75 0 01.75.75v2.992l2.028.812a.75.75 0 01-.557 1.392l-2.5-1A.75.75 0 017 8.25v-3.5A.75.75 0 017.75 4z"/>
                        </svg>
                        Total Blocking Time
                    </div>
                </section>
                <section>
                    <div class="field">
                        <div class="audit text">0.72 s</div>
                        <svg xmlns="http://www.w3.org/2000/svg" class="audit high" viewBox="0 0 16 16" width="16" height="16">
                            <path fill-rule="evenodd" d="M1.5 8a6.5 6.5 0 1113 0 6.5 6.5 0 01-13 0zM0 8a8 8 0 1116 0A8 8 0 010 8zm11.78-1.72a.75.75 0 00-1.06-1.06L6.75 9.19 5.28 7.72a.75.75 0 00-1.06 1.06l2 2a.75.75 0 001.06 0l4.5-4.5z"/>
                        </svg>
                    </div>
                    <div class="field">
                        <div class="audit text">2.11 s</div>
                        <svg xmlns="http://www.w3.org/2000/svg" class="audit high" viewBox="0 0 16 16" width="16" height="16">
                            <path fill-rule="evenodd" d="M1.5 8a6.5 6.5 0 1113 0 6.5 6.5 0 01-13 0zM0 8a8 8 0 1116 0A8 8 0 010 8zm11.78-1.72a.75.75 0 00-1.06-1.06L6.75 9.19 5.28 7.72a.75.75 0 00-1.06 1.06l2 2a.75.75 0 001.06 0l4.5-4.5z"/>
                        </svg>
                    </div>
                    <div class="field">
                        <div class="audit text">0.07</div>
                        <svg xmlns="http://www.w3.org/2000/svg" class="audit high" viewBox="0 0 16 16" width="16" height="16">
                            <path fill-rule="evenodd" d="M1.5 8a6.5 6.5 0 1113 0 6.5 6.5 0 01-13 0zM0 8a8 8 0 1116 0A8 8 0 010 8zm11.78-1.72a.75.75 0 00-1.06-1.06L6.75 9.19 5.28 7.72a.75.75 0 00-1.06 1.06l2 2a.75.75 0 001.06 0l4.5-4.5z"/>
                        </svg>
                    </div>
                </section>
            </div>
            <div class="audits row">
                <section>
                    <div class="field">
                        <svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 16 16" width="16" height="16">
                            <path fill-rule="evenodd" d="M11.134 1.535C9.722 2.562 8.16 4.057 6.889 5.312 5.8 6.387 5.041 7.401 4.575 8.294a3.745 3.745 0 00-3.227 1.054c-.43.431-.69 1.066-.86 1.657a11.982 11.982 0 00-.358 1.914A21.263 21.263 0 000 15.203v.054l.75-.007-.007.75h.054a14.404 14.404 0 00.654-.012 21.243 21.243 0 001.63-.118c.62-.07 1.3-.18 1.914-.357.592-.17 1.226-.43 1.657-.861a3.745 3.745 0 001.055-3.217c.908-.461 1.942-1.216 3.04-2.3 1.279-1.262 2.764-2.825 3.775-4.249.501-.706.923-1.428 1.125-2.096.2-.659.235-1.469-.368-2.07-.606-.607-1.42-.55-2.069-.34-.66.213-1.376.646-2.076 1.155zm-3.95 8.48a3.76 3.76 0 00-1.19-1.192 9.758 9.758 0 011.161-1.607l1.658 1.658a9.853 9.853 0 01-1.63 1.142zM.742 16l.007-.75-.75.008A.75.75 0 00.743 16zM12.016 2.749c-1.224.89-2.605 2.189-3.822 3.384l1.718 1.718c1.21-1.205 2.51-2.597 3.387-3.833.47-.662.78-1.227.912-1.662.134-.444.032-.551.009-.575h-.001V1.78c-.014-.014-.112-.113-.548.027-.432.14-.995.462-1.655.942zM1.62 13.089a19.56 19.56 0 00-.104 1.395 19.55 19.55 0 001.396-.104 10.528 10.528 0 001.668-.309c.526-.151.856-.325 1.011-.48a2.25 2.25 0 00-3.182-3.182c-.155.155-.329.485-.48 1.01a10.515 10.515 0 00-.309 1.67z"/>
                        </svg>
                        First Contentful Paint
                    </div>
                    <div class="field">
                        <svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 16 16" width="16" height="16">
                            <path fill-rule="evenodd" d="M1.75 2.5a.25.25 0 00-.25.25v10.5c0 .138.112.25.25.25h.94a.76.76 0 01.03-.03l6.077-6.078a1.75 1.75 0 012.412-.06L14.5 10.31V2.75a.25.25 0 00-.25-.25H1.75zm12.5 11H4.81l5.048-5.047a.25.25 0 01.344-.009l4.298 3.889v.917a.25.25 0 01-.25.25zm1.75-.25V2.75A1.75 1.75 0 0014.25 1H1.75A1.75 1.75 0 000 2.75v10.5C0 14.216.784 15 1.75 15h12.5A1.75 1.75 0 0016 13.25zM5.5 6a.5.5 0 11-1 0 .5.5 0 011 0zM7 6a2 2 0 11-4 0 2 2 0 014 0z"/>
                        </svg>
                        Largest Contentful Paint
                    </div>
                    <div class="field">
                        <svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 16 16" width="16" height="16">
                            <path fill-rule="evenodd" d="M7.75 14A1.75 1.75 0 016 12.25v-8.5C6 2.784 6.784 2 7.75 2h6.5c.966 0 1.75.784 1.75 1.75v8.5A1.75 1.75 0 0114.25 14h-6.5zm-.25-1.75c0 .138.112.25.25.25h6.5a.25.25 0 00.25-.25v-8.5a.25.25 0 00-.25-.25h-6.5a.25.25 0 00-.25.25v8.5zM4.9 3.508a.75.75 0 01-.274 1.025.25.25 0 00-.126.217v6.5a.25.25 0 00.126.217.75.75 0 01-.752 1.298A1.75 1.75 0 013 11.25v-6.5c0-.649.353-1.214.874-1.516a.75.75 0 011.025.274zM1.625 5.533a.75.75 0 10-.752-1.299A1.75 1.75 0 000 5.75v4.5c0 .649.353 1.214.874 1.515a.75.75 0 10.752-1.298.25.25 0 01-.126-.217v-4.5a.25.25 0 01.126-.217z"/>
                        </svg>
                        Cumulative Layout Shift
                    </div>
                </section>
                <section>
                    <div class="field">
                        <div class="audit text">0.72 s</div>
                        <svg xmlns="http://www.w3.org/2000/svg" class="audit high" viewBox="0 0 16 16" width="16" height="16">
                            <path fill-rule="evenodd" d="M1.5 8a6.5 6.5 0 1113 0 6.5 6.5 0 01-13 0zM0 8a8 8 0 1116 0A8 8 0 010 8zm11.78-1.72a.75.75 0 00-1.06-1.06L6.75 9.19 5.28 7.72a.75.75 0 00-1.06 1.06l2 2a.75.75 0 001.06 0l4.5-4.5z"/>
                        </svg>
                    </div>
                    <div class="field">
                        <div class="audit text">2.11 s</div>
                        <svg xmlns="http://www.w3.org/2000/svg" class="audit high" viewBox="0 0 16 16" width="16" height="16">
                            <path fill-rule="evenodd" d="M1.5 8a6.5 6.5 0 1113 0 6.5 6.5 0 01-13 0zM0 8a8 8 0 1116 0A8 8 0 010 8zm11.78-1.72a.75.75 0 00-1.06-1.06L6.75 9.19 5.28 7.72a.75.75 0 00-1.06 1.06l2 2a.75.75 0 001.06 0l4.5-4.5z"/>
                        </svg>
                    </div>
                    <div class="field">
                        <div class="audit text">0.07</div>
                        <svg xmlns="http://www.w3.org/2000/svg" class="audit high" viewBox="0 0 16 16" width="16" height="16">
                            <path fill-rule="evenodd" d="M1.5 8a6.5 6.5 0 1113 0 6.5 6.5 0 01-13 0zM0 8a8 8 0 1116 0A8 8 0 010 8zm11.78-1.72a.75.75 0 00-1.06-1.06L6.75 9.19 5.28 7.72a.75.75 0 00-1.06 1.06l2 2a.75.75 0 001.06 0l4.5-4.5z"/>
                        </svg>
                    </div>
                </section>
            </div>
            <section class="habits">
                <h2 class="field wrap">
                    <svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 16 16" width="16" height="16">
                        <path fill-rule="evenodd" d="M8 1.5c-2.363 0-4 1.69-4 3.75 0 .984.424 1.625.984 2.304l.214.253c.223.264.47.556.673.848.284.411.537.896.621 1.49a.75.75 0 01-1.484.211c-.04-.282-.163-.547-.37-.847a8.695 8.695 0 00-.542-.68c-.084-.1-.173-.205-.268-.32C3.201 7.75 2.5 6.766 2.5 5.25 2.5 2.31 4.863 0 8 0s5.5 2.31 5.5 5.25c0 1.516-.701 2.5-1.328 3.259-.095.115-.184.22-.268.319-.207.245-.383.453-.541.681-.208.3-.33.565-.37.847a.75.75 0 01-1.485-.212c.084-.593.337-1.078.621-1.489.203-.292.45-.584.673-.848.075-.088.147-.173.213-.253.561-.679.985-1.32.985-2.304 0-2.06-1.637-3.75-4-3.75zM6 15.25a.75.75 0 01.75-.75h2.5a.75.75 0 010 1.5h-2.5a.75.75 0 01-.75-.75zM5.75 12a.75.75 0 000 1.5h4.5a.75.75 0 000-1.5h-4.5z"/>
                    </svg>
                    Recent coding habits
                    <small class="h-details">(computed from last 77 commits)</small>
                </h2>
                <div class="row">
                    <ul class="facts">
                        <li>Uses spaces for indentation</li>
                        <li>Has approximately 33.1 characters per line of code written</li>
                        <li>Mostly pushes code around 15:00</li>
                        <li>Mostly active on Saturday</li>
                    </ul>
                </div>
            </section>
            <section>
                <h2 class="field">
                    <svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 16 16" width="16" height="16">
                        <path fill-rule="evenodd" d="M1.5 8a6.5 6.5 0 1113 0 6.5 6.5 0 01-13 0zM8 0a8 8 0 100 16A8 8 0 008 0zM6.379 5.227A.25.25 0 006 5.442v5.117a.25.25 0 00.379.214l4.264-2.559a.25.25 0 000-.428L6.379 5.227z"/>
                    </svg>
                    Suggested tracks
                </h2>
                <div class="row fill-width">
                    <section>
                        <div class="field">
                            <svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 16 16" width="16" height="16">
                                <path fill-rule="evenodd" d="M2.002 2.725a.75.75 0 01.797-.699C8.79 2.42 13.58 7.21 13.974 13.201a.75.75 0 11-1.497.098 10.502 10.502 0 00-9.776-9.776.75.75 0 01-.7-.798zM2 13a1 1 0 112 0 1 1 0 01-2 0zm.84-5.95a.75.75 0 00-.179 1.489c2.509.3 4.5 2.291 4.8 4.8a.75.75 0 101.49-.178A7.003 7.003 0 002.838 7.05z"/>
                            </svg>
                            From YouTube Music
                        </div>
                        <div class="tracklist">
                            <div class="track">
                                <img 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" 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                                <div class="infos">
                                    <div class="name">【合唱】Mr.シャーデンフロイデ 歌いました【AdoとGooDrugと黒うさぎと弱酸性と吉乃】</div>
                                    <div class="artist">Ado</div>
                                </div>
                            </div>
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" width="32" height="32" alt="" />
                                <div class="infos">
                                    <div class="name">KICKBACK</div>
                                    <div class="artist">Kenshi Yonezu</div>
                                </div>
                            </div>
                            <div class="track">
                                <img 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" width="32" height="32" alt="" />
                                <div class="infos">
                                    <div class="name">T5-X: Divine Intervention (DM DOKURO) (A Dance of Fire and Ice: Neo Cosmos OST)</div>
                                    <div class="artist">7th Beat Games</div>
                                </div>
                            </div>
                        </div>
                    </section>
                </div>
            </section>
            <section>
                <h2 class="field">
                    <svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 16 16" width="16" height="16">
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                    </svg>
                    Contributions calendar
                </h2>
                <div class="row">
                    <section>
                    </section>
                    <section>
                        <h3 class="field">
                            <svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 16 16" width="16" height="16">
                                <path fill-rule="evenodd" d="M7.75 14A1.75 1.75 0 016 12.25v-8.5C6 2.784 6.784 2 7.75 2h6.5c.966 0 1.75.784 1.75 1.75v8.5A1.75 1.75 0 0114.25 14h-6.5zm-.25-1.75c0 .138.112.25.25.25h6.5a.25.25 0 00.25-.25v-8.5a.25.25 0 00-.25-.25h-6.5a.25.25 0 00-.25.25v8.5zM4.9 3.508a.75.75 0 01-.274 1.025.25.25 0 00-.126.217v6.5a.25.25 0 00.126.217.75.75 0 01-.752 1.298A1.75 1.75 0 013 11.25v-6.5c0-.649.353-1.214.874-1.516a.75.75 0 011.025.274zM1.625 5.533a.75.75 0 10-.752-1.299A1.75 1.75 0 000 5.75v4.5c0 .649.353 1.214.874 1.515a.75.75 0 10.752-1.298.25.25 0 01-.126-.217v-4.5a.25.25 0 01.126-.217z"/>
                            </svg>
                            Commits streaks
                        </h3>
                        <div class="field">
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                                <path d="M8.5.75a.75.75 0 00-1.5 0v5.19L4.391 3.33a.75.75 0 10-1.06 1.061L5.939 7H.75a.75.75 0 000 1.5h5.19l-2.61 2.609a.75.75 0 101.061 1.06L7 9.561v5.189a.75.75 0 001.5 0V9.56l2.609 2.61a.75.75 0 101.06-1.061L9.561 8.5h5.189a.75.75 0 000-1.5H9.56l2.61-2.609a.75.75 0 00-1.061-1.06L8.5 5.939V.75z"/>
                            </svg>
                            Best streak 10 days
                        </div>
                        <h3 class="field">
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                                <path fill-rule="evenodd" d="M10.5 7.75a2.5 2.5 0 11-5 0 2.5 2.5 0 015 0zm1.43.75a4.002 4.002 0 01-7.86 0H.75a.75.75 0 110-1.5h3.32a4.001 4.001 0 017.86 0h3.32a.75.75 0 110 1.5h-3.32z"/>
                            </svg>
                            Commits per day
                        </h3>
                        <div class="field">
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                                <path d="M7.823 1.677L4.927 4.573A.25.25 0 005.104 5H7.25v3.236a.75.75 0 101.5 0V5h2.146a.25.25 0 00.177-.427L8.177 1.677a.25.25 0 00-.354 0zM13.75 11a.75.75 0 000 1.5h.5a.75.75 0 000-1.5h-.5zm-3.75.75a.75.75 0 01.75-.75h.5a.75.75 0 010 1.5h-.5a.75.75 0 01-.75-.75zM7.75 11a.75.75 0 000 1.5h.5a.75.75 0 000-1.5h-.5zM4 11.75a.75.75 0 01.75-.75h.5a.75.75 0 010 1.5h-.5a.75.75 0 01-.75-.75zM1.75 11a.75.75 0 000 1.5h.5a.75.75 0 000-1.5h-.5z"/>
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                            Highest in a day at 21
                        </div>
                        <div class="field">
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                            </svg>
                            Average per day at ~1.01
                        </div>
                    </section>
                </div>
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            </section>
            <section>
                <h2 class="field">
                    <svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 16 16" width="16" height="16">
                        <path fill-rule="evenodd" d="M0 8a8 8 0 1116 0v5.25a.75.75 0 01-1.5 0V8a6.5 6.5 0 10-13 0v5.25a.75.75 0 01-1.5 0V8zm5.5 4.25a.75.75 0 01.75-.75h3.5a.75.75 0 010 1.5h-3.5a.75.75 0 01-.75-.75zM3 6.75C3 5.784 3.784 5 4.75 5h6.5c.966 0 1.75.784 1.75 1.75v1.5A1.75 1.75 0 0111.25 10h-6.5A1.75 1.75 0 013 8.25v-1.5zm1.47-.53a.75.75 0 011.06 0l.97.97.97-.97a.75.75 0 011.06 0l.97.97.97-.97a.75.75 0 111.06 1.06l-1.5 1.5a.75.75 0 01-1.06 0L8 7.81l-.97.97a.75.75 0 01-1.06 0l-1.5-1.5a.75.75 0 010-1.06z"/>
                    </svg>
                    Recent activity
                </h2>
                <div class="row">
                    <section>
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                            <section class="activity">
                                <div class="field">
                                    <svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 16 16" width="16" height="16">
                                        <path fill-rule="evenodd" d="M10.5 7.75a2.5 2.5 0 11-5 0 2.5 2.5 0 015 0zm1.43.75a4.002 4.002 0 01-7.86 0H.75a.75.75 0 110-1.5h3.32a4.001 4.001 0 017.86 0h3.32a.75.75 0 110 1.5h-3.32z"/>
                                    </svg>
                                    <div class="content">
                                        Pushed 1 commit in
                                        <span class="repo">T21C/t21c-be</span>
                                    </div>
                                </div>
                                <div class="details">
                                    <div>on branch <span class="code">master</span></div>
                                    <div class="commit">
                                        <div class="sha">#825971c</div>
                                        <div class="message">fix: links not properly appearing</div>
                                    </div>
                                </div>
                            </section>
                        </div>
                        <div class="row fill-width">
                            <section class="activity">
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                                    <div>on branch <span class="code">master</span></div>
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                                        <div class="sha">#de1896d</div>
                                        <div class="message">fix2: enable cors</div>
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                                    <div>on branch <span class="code">master</span></div>
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                                        <div class="sha">#524e22e</div>
                                        <div class="message">fix: enable cors</div>
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